## Inverse functions and relations

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From R Parsons

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From R Parsons

Given a parent function and a list of transformations to be performed to the graph, find the equation of the resulting function...

From R Parsons

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From R Parsons

How to center rose curves, limaçons, etc. somewhere besides the origin....

From R Parsons

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From R Parsons

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From R Parsons

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From R Parsons

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From R Parsons

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From R Parsons

A method for finding a numerical approximation of a solution of a differential equation....

From R Parsons

Graphing transformations of the tangent, cotangent, secant, and cosecant functions. Specific examples shown are tangent, secant, and cosecant transformations....

From R Parsons

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From R Parsons

A few examples on factoring and on finding a polynomial with given complex zeros....

From R Parsons

An example illustrating how to determine the order of transformations....

From R Parsons

A quick review of interval notation....

From R Parsons

An example showing how to solve a quadratic inequality graphically....

From R Parsons

1. Find the exponential function that passes through two given points. 2. Graph a transformation of an exponential function....

From R Parsons

Derivatives of logarithmic functions....

From R Parsons

Another implicit differentiation example...

From R Parsons

Implicit differentiation example...

From R Parsons

Introduction to implicit differentiation...

From R Parsons

rational function one...

From R Parsons

rational function two...

From R Parsons

The video begins with a review of curves defined by parametric equations. It then talks about finding the equation of the tangent line to a curve using the slope formula m=(dy/dt)/(dx/dt)....

From R Parsons

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From R Parsons

When the outside function is a power function or trigonometric function....

From R Parsons

An explanation of how to use the Quotient Rule to find a derivative....

From R Parsons

Four practice problems are solved....

From R Parsons

Four practice problems are solved....

From R Parsons

Four examples: stem-and-leaf plot, geometry, number problem, linear system....

From R Parsons

A discussion of what the first and second derivatives tell you about a function's graph....

From R Parsons

An example of graph matching to see which graph is f, which is f', and which is f''....

From R Parsons

Describing a particle's motion with calculus....

From R Parsons

Application of first and second derivatives...

From R Parsons

Computing f ''(x) using the limit definition....

From R Parsons

free fall example...

From R Parsons

example...

From R Parsons

Finding slope using the limit definition....

From R Parsons

A few examples involving square roots and an "infinity minus infinity" case....

From R Parsons

A couple of examples of finding the domain of a function such as f(g(x))....

From R Parsons

squeeze theorem with e...

From R Parsons

A quick example to see how to use the Squeeze (Sandwich) Theorem....

From R Parsons

An explanation of the technique for use in the vertex form of a parabola's equation....

From R Parsons

A couple of examples of working through the steps required....

From R Parsons

Expressing vectors in terms of i and j....

From R Parsons

Adding two vectors, subtracting two vectors, and multiplying a vector by a scalar...

From R Parsons

The definition of a vector in the xy-plane....

From R Parsons

Graphing absolute value functions....

From R Parsons